<snapdata remixID="9193912"><project name="M6L3-Predicates" app="Snap! 5.4, http://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAS1klEQVR4Xu2deZgU1dXGfwODyKIsDqKoEaLhI4AMIPIoEAVXeFQgDgwEQQYFWQIGIiLLILIoblERGEERWYyGVYMgGkVh/CAEFxaRxZig+IkCAwwCwzLAfM/t6pqu7q7qWrq6q2u49y+Yuvfcc97z1rn3njpVnVZSUlKCbBIBjxBIkwT0CHk5bQABSUBJBE8RkAT0FH45uSSg5ICnCEgCegq/nFwSUHLAUwQkAT2FX04uCSg54CkCkoCewi8nlwSUHPAUAUlAT+GXk0sCSg54ioAkoKfwy8klAX3OgYM0D1hQky99aYkkoC/dFlJ6P7UC/6nFfl9aIgnoS7dJAvrcbWVHfRkBy44vfWlJEVM4xiS5BB+mJxXIpJjPqMB1AWeeYgPn0bLUscVspBpv+tLRqay0iILluZKafJ7KaurqFvcesIDLKeFkQLh4uSTNAALxd+3LJ+k0pgaf+A6wVFTYz8uwYwKeZguHuCXgjzTOI4MfLfmmgLqUcKy0r19Pb5aMTVKnA1zJWYp8uQw7IuAhbuc0GwPwVudtKtDGNtRHeJgTzKMGq0mnke3xckAIgWK+oJD2VKIvVZnsK2hsE1AN98LKeKOXn5eOVPOyX7G0RUDVSHGXibst3naMCRQxlYvYRrlgQjVemefq+DJNwFOs5TCdA76NN+pFEsSvwKUa0f2KY8wIeJRcqjKJRBpXyI0Us911YqcaQRKtz2G6corVvsPRkIBFTOMo40vTKm5HPq1DBMGrkEtl/pRoP5VZ+YfJ5hSflB0CCk+pka86H1AhWHWRCA8mMsImQt9UlLkvuIe+2GdFCYYRsJitFNKONCqRwe6EYi4JGD+8fsXQkICqQZUZTBXGxY9QDAmFdKSYf/pu+UgoKDaEi5rAM/zgS/x0CVjInRSzIQBBMgh4lEc5zmxfAmiDJwnr6tfoJwDRJaA22VyFEVTmkYSBJwQfYzzi0JPIg05CDfBYuPBXOS7kIv7jsSb2p48i4GG6c4pVATIop1NJQPuwJneEGjBqsJZ06id38jhniyKgNpwni4BFPMsxnpER0IEzD3MvJ/lHYGQ5apLBTgdSvBuiQ8CMQH2LiIDiaF81CRFQEtA5AdQDnCrBb9sY3QhYkTu4kDcCS/B5tKMaC50jZGFkAbUp4ayMgBawiuxSzCYOcVtSHhg4UM90SBgBT/A2R3iwlAjJWoLFPGmkk8FPpgrLDtEIuFmhlGx8wwi4n4sDdctqGE/GEizmENXSfls6ku2oWPOVIQKGv2OajCVYzFFCGhezL5V86itdyjQBE5mGKQiQT0a/eNl+lgIO8NuAGL+tJBFLcC3STt9GRrry5pq4syrQluosihejqPHqyTedJtRglevyzzWBft3KRBHwww/y6XGHcjflLRtHTseqCXkS4ufHR6lIboHn5q2tubXxO6monqFOYQTMzIJWTeHlsUp/8f++3T5jSLbynq9bbcyMeQwd8LDvlgu37E+EHEHAeQtG8HC3xD42dVv3KAIO7AYDskME1BLSjcknz4K/rYTuHVczqndbN0RKGcHtUpkgYGQEzOkEw+5zx8fLPoGx0xRZm5e4I1NKURAQEfD9j0bQ61afR8CczjCsVygCXtcYZo2P381iOVebJF/8eEZKEARc8+kIuvzO7wTURDxBmngj4Fsr4alZClzlysFG9w/U7nvThxIFAY8fGsGvavicgFFLsCYi2vWLjHp2EXPWf/9BuLUfDOn9CX07tnMmxKNRrh5C/rkZBkyIsCQNNi/2yLpzZNrZ78CU+aA9QPrFdNM0jJlR3+2BTkOizW3TDKbn+gUGf+t58wNwoDC1CChWv6UvwFW/io1tFAEvyYAPZoYOIW1bwJRR0UK0y6t69e9ToW4dfzvTj9qrvnAjZda0i4LApjhXLVUnswNnFAHF5GLQT/uh/YDwdMnX30KPR0MuqlQRXhgJNzTxo9vKjs6qs81WKysWWyWOmSxVzpgHIfsO496GBMwaBt/uVggowrsI89pmxmwzBeV19xBIZQKqAc3IWkMC6i2x6eXh9BlrwH38GlxU3Vpf2ct8izP3SWj6P9H9RJAQwUI0N5ZgNyPgjddC/hcw4zG4IVPfy7YI6IQokojWUeszBr7cEbv/khfgas3GfuJMWKy8k+TKKdhNAootwcsLoE1zmD7GBgEju9apBStnWAdS9HxxPryuKcxoeQ28+rg9GanQe/t/IW8B3NQCOreD9HR3tfpsK/R1+OGJBvVgx66QPqm2B1QJeGkGvB882EaipxsB1U5u7PP6jYMNXwW/Xl4Cm5e668BESbt/LHyxzVh6PNgYpa6syNTbGqlaptoSLPRZt0nRzsg2XQKqzLUCiFUC9BwJX/0bFj0H9etZHZX8fgMnhkATs08ZCW2D1WinT8P85Up0jwWqntYiknY3eEomoutLOqkuI+s37YTeo6OvpmoEtEzAO/rDzwXQKhPWbXa/YiVw96ZoFNy4A3KC+xTxmsCWGNU62o2/uEn/NFk/V6pSJFbUWvQXqF/X2Y1292DYHfEiYbxBIxF7QMsEHPKkcmpxcwnWQttrFGz5BvplweAezkBP1CgV+AXPgdhbxWpd/wzVLgCxf1NbWlp08rb/eFi/RelxfROYOU4p8hXNjeVSyIkkt9Arf45zlJJBwBfmhUr8ol5MT3QBgVsGOoc4eqQVnToMgD0mP0ipjT56OKp/izzJxmOLXnSNJwpawcKKvkJOt/aw4H2ltx424m9JJ2D7/vBTgfvLuxVQ9PqogM+fDE10vusjHk2dLQn/BahIB0c6bfQUWJEPo/spThBt1Ivw3qfw2gRo4eLPomgJKPKuIu0VTxvzEixfE79/hF7XZ8L6zdEEnLFQSc+IvW/SCShOxP0eD9/cxwOY3liR1hDLo1kkUPe83TvAKJ1fnWjVE44dV35iLNaeMJKAelHErcgSaa+Qe35FOHESstvDmH7xoakewpyk3rQzR0Zmo5s26QTU7lvMCOIUSivO/usKeGZ29N2pztm0K5SchSqVYN0bsTXRI2DkHk/0ubstTNKpHHJqp4ply8awYWvshK/VOdToFLlsWh2v9jMjoKp7ShKwT65yV2dqHj1t3hn7/+/lw/c2ToRGJBWpIpEyEi2tHGyyUMGtR0BtVH13NeRONY/Idp2sOvHxQfB4nvHNZEeuJKDOyc4OgLVrwt6DsZ0hEswi0Tx7IlzbMCR97UYYNEn5v518pR4BG/4a3npWkWUlItuxUe07bxn8Za5CbLfmcIuAajGL0NXoxC90TrkIeOcg+L+98UULM2cYXQ/83UGe0mwPaKaPE/JFEtutObQEbN0M8hwWFQ9+Ej4NpvRi1ZR6QkB1c6+3B3QDSDMZ4nrrppAXfAE/3iiVCgQ8cwaaZ8MTD8FdNzmlNGgJGM8+cO8BuP3B2CuRZxFQPDlY/bl+lBNKVasK+XOdgxiLgG5HPz3yrloPf342ZJ/ZDeHU0siDjRvziHd6xLs9XW6DxR8mfiUyjIDxHsPNQBVgvT8DLlW+CBdo/1gLjzwfn9EqIWLtOyLv7B4j4Ov/OJ/XKO0S+fTDzVO/3sHmphwoPOLcDr1lPaM6rHKYWzS7IWJGwFH9oHswiWpGJifXxeTiACAOAmpTnzbE6yghOxYBn38Ebrk+NK+a+3I6rwq0SIe8GnyJXwu+mSOc4hd5Ix0tgta9YO18qFrZidTww0w8eufkwsbtUL48fGnwheeYBHTqDKtmi8kjqzfiMVg7r5Cj90K9mtuLtC0eAt7UBwp/Cc2uyu4/oJD1+6u7ekKNtFFvjyZsv+oKWPqiVU+E+gk7hD2ieFQUkT44Hv61RfkyhvhChp2m+lJPR1WO5wTUS9aKF53WK58ndNyEYZ1vgfGDwkUEDNbJ7YkqGFENY/em27kLsodD9QuVVxDFezN9OsPQ4KdN5matpfdTVzN8WW0+XGdfvhEAMfe49yijnNRdiugpoqjRc1urDpnYdRuLz4byW0a4phQB1QrqeZMhM87fWhGGNbwK3nomBJlZdBXX88ZA6+ZWYY7OvTXNUh7blQKeNQ2qVIR5/ciMgxh6ke+qy2HplGhdzeyMZZ3e2G92Qdfh4TeWKULC7vLlaFtlEId+Mb7xPCdg5KfgYoVrU6M1HSKBPLj7OO2GVeJ318I0nUJOMdSu4yZmfc1iGoVFC/G05r7RmoID4QjRlgxGFDWUiByjw6+CTRz6E4t/uDQgzqzw1K4tAaELN5C5oCVDG31HnwnhBYq25GXnwZmzAZunvgmzlqQwAUuX4LyPyVx1Mx89d5xa9SrZ4Zpu3x5Z+3hT/LbJksFQWMS2B5bzB7JjOl9dTnNLVtN1qcl3C7ftgbFLocGl8ITms1+RRB76JvxwUNFDNA0hbRnZfw6ZBTnK0mqBwAMnwbqN1vqW6hFDN7WaexRr6L4kRpLxi+/gyeVQLg0W/ZE9+6DDQJsEdAySLUQVZ2xq0JymT7Ry7hiDOX/+tohLHg1WGqh9cjtCs9jfiVjx0Ofc+eN6aH8N9DMAesgbsKewNLJFqrAyJ58OR7YopFu4ARZsKCVgyb2vkibKVlRCWsGsWx6cPgsZVWGmQkIrTUQt8Tz9X1b20xZujPyBa7hx31dwfgX4a/9oFeauhWUblZd/lvwxdD1rGuv69qJVh2rRY7Km6fxapgVlrAAQs89nu+CpFYojEjWfKrdDE+h7o3WV1XHqiCZXiB9hU9o3e6HolCH5wqLJb+tAk8vDCMjOn2H04tIIYaqUqkt6GizQONV0oI0thTrH5C5Q/5LYknvOhOPF0K0lZLcM9e0/BwqO6uMSy7+eEVBVasI98NhSuLUhDLzZAqxJ6lJYBA9ERFB16srnwfzgMyYjdVT7hKM0ETDQvet0pcJVNJ0lPPB3NXKKf//heujSwpnhWdPYU/ty6uR11h+v6vlYJ8i8wtocWdOVB+aBnxcK2iFGli8HCyPSDuLvRgRcvQOmfuRRBBRKVSwPJ4OfWbCzJFmDydteuwpg+N/gwkrwy/HoJfe/++ARNTtbAh2bw+4COHBM2TOKJny7NLh3dGpNwPkl8NBtcFODcCk9X4Hjp6DDNdDX5sPjgNwgAe9rDZ2aGWv4zpcwf100BkFiRv9gdaKWRFVFVf756XDitL39kFNHeDFOu5Qb3WBbf4Rxb0drd1kNeOled7TWrjaNgp8uy5qqEMhoP+fOzCEpQofbG8HtjWH4gtDff3OJBxEwco9V1qKf1nmqo722MRJzdQlNll6R819wPsxR3oHQiYDi7hC5K5drx7X7AXULkSwA3L6jrcpL9GpiVQ/Rb9K7UL82/HsvjLnbzkhnfYN7vLDBz3WDeprqE30ChpKnUTNrmdywDrRtALdoSorNVFUjgug36i5o4fCNbLN5Uun6mCVRucJUUs91XXKXwvY9IbEiE9DjBhi5SHe7ZW0PGBXCDdSe+HtoeFn0xfF/hy0/hP5e1iOf6171gcBIjrySAxdVDd8HXlcPRt4ZZow5AVXBF1SCORFfqRSiRPJRJCG1rUZlaPMbeDf4Uqh6rU51mNrTB2hKFS0hsGEXPP1eKB1Tswq82kd/qMF2JDYBX/oQ1uwEka9TT1CxNNv2I4zVOdWpY2Tks+TXlO80fRV8vD2kZuPLYPzvY6t970w4URy1DMcmYLyb6JWimCzfeuY/5ZE/xxXs/jIUaz6R+3Q2XH2xNVDe2wKv5VslYAk0qwsbv4fX7ofqNstrxSZUbEZl5LPmHD/0spLXNLNDyJh9P1QL8ck4AgphdrLxoxYpv8W1Q/N2uHgS8LrOvtFMUXk9dRDYsQfGBINJvFsoQcBr68Lou0rti01A0c1oUvFQftA8OHIiGqxJ94B4GC+b/xF4/X9h+SZ3nlgJAkYUMtgnYGko1jyMFmVOotxJtrKHwOTl8Pl37hGw6RUwtpONCGgEqagIEZUhspV9BETQaX5l/E9QLEdAUdH6fHeYtQaurq3sBb8vgCMn4Zngz6mXfdilhSoC8WZDtHLE1kxs0YJNfwmWhwdJPi0CIhcscsKxzgRmiIkzQ69XlFpKzcqpT8DOzaBXazOR8vq5hMDugzAsWN/v5DTc93U4dMwkD6gmCyNLrs8loKWtxgjEQ0JLj+J6vKxUKUsCShoaIRB4/rtCuZrTBu5uao6VSj5xnni6a1j/8CVY7Wj0roL5VLLHuYKA9smIeJ9EvFei19R+BqX/4QQcKd5TSIOnwll6rmAq7bSJQO4S2B7xXWTxFuH3B+BwUUjYs93g1+GFqManYJs6yO4SgQACouBUVFtrW60LYEbvmABFn4IlnhKBJCIgCZhEsOVU0QhIAkpWeIqAJKCn8MvJJQElBzxFQBLQU/jl5JKAkgOeIiAJ6Cn8cnJJQMkBTxGQBPQUfjm5JKDkgKcISAJ6Cr+cXBJQcsBTBCQBPYVfTi4JKDngKQKSgJ7CLyeXBJQc8BQBSUBP4ZeT/z9+RCDiBfUYLAAAAABJRU5ErkJggg==</thumbnail><stage name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="false" codify="false" inheritance="true" sublistIDs="false" scheduled="false" id="1"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="2"></list></costumes><sounds><list struct="atomic" id="3"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Sprite" idx="1" x="-1550" y="126" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="false" costume="0" color="234,255,20,1" pen="tip" id="8"><costumes><list struct="atomic" id="9"></list></costumes><sounds><list struct="atomic" id="10"></list></sounds><blocks></blocks><variables></variables><scripts><script x="745" y="552"><block s="reportEquals"><l></l><l></l></block></script><script x="306" y="612"><custom-block s="%n divisible by %n"><l>6</l><l>5</l></custom-block></script><script x="110" y="726"><custom-block s="integer? %n"><l>1</l></custom-block></script><script x="465" y="64"><block s="receiveGo"></block><block s="doForever"><script><block s="gotoXY"><block s="reportMouseX"></block><block s="reportMouseY"></block></block><block s="doIfElse"><block s="reportMouseDown"></block><script><block s="down"></block></script><script><block s="up"></block></script></block><block s="doIfElse"><block s="reportGreaterThan"><block s="reportMouseY"></block><l>50</l></block><script><block s="setColor"><color>234,255,20,1</color></block><block s="setSize"><l>5</l></block></script><script><block s="doIfElse"><custom-block s="%n between? %n and %n"><block s="reportMouseY"></block><l>-50</l><l>51</l></custom-block><script><block s="setColor"><color>46,82,255,1</color></block><block s="setSize"><l>5</l></block></script><script><block s="setColor"><color>255,82,147,1</color></block><block s="setSize"><l>5</l></block></script></block></script></block></script></block></script><script x="130" y="521"><custom-block s="even? %n"><l>1</l></custom-block></script><script x="346" y="127"><block s="clear"></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="%&apos;input&apos; between? %&apos;num1&apos; and %&apos;num2&apos;" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input><input type="%n"></input></inputs><script><block s="doReport"><block s="reportAnd"><block s="reportGreaterThan"><block var="input"/><block var="num1"/></block><block s="reportLessThan"><block var="input"/><block var="num2"/></block></block></block></script></block-definition><block-definition s="%&apos;num&apos; divisible by %&apos;divider&apos;" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input></inputs><script><block s="doReport"><block s="reportEquals"><block s="reportModulus"><block var="num"/><block var="divider"/></block><l>0</l></block></block></script></block-definition><block-definition s="even? %&apos;num&apos;" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doReport"><custom-block s="%n divisible by %n"><block var="num"/><l>2</l></custom-block></block></script></block-definition><block-definition s="integer? %&apos;num&apos;" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doReport"><custom-block s="%n divisible by %n"><block var="num"/><l>1</l></custom-block></block></script></block-definition></blocks><variables></variables></project><media name="M6L3-Predicates" app="Snap! 5.4, http://snap.berkeley.edu" version="1"></media></snapdata>